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Use this reality shifting meditation whenever you are trying to shift realities. Shifting is the act of intentionally...","preview":{"posterSrc":"data:image/png;base64,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","isBas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Your Mindset, Shift Your Impact: 3 Reframes for Positive Leadership","promo":"pumpkin","related_orig_text":"Результативная психология SHIFT","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Результативная психология 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& "i will" affirms " Motivation affirms -- You Will Shift -- -- You Are Making Progress -- -- Don't Give Up -- ! 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here, the meanings of the word shift, as video and text. (Click show more below.) shift (noun) A change of workers, now specifically a set group of workers or period of working 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| Meaning of shift","promo":"pumpkin","related_orig_text":"Результативная психология SHIFT","related_porno":false,"related_less_3m_off":true,"client":"d2d","no_cnt":1,"related_src":"serp","related":"{\"porno\":false,\"vfp\":1,\"orig_text\":\"Результативная психология 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the powerful mental shift that separates successful people from those who struggle. In this video, you'll learn practical techniques to develop a positive mindset that attracts...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAAAAQUBAQEAAAAAAAAAAAAABgADBAUHAggB/8QAQRAAAQMDAwEGAwUDCQkAAAAAAQIDBAURIQAGEjEHEyJBUWEUMoEIFXGR0yNClBYYM1Jig6HR0iREcnSTorHB8f/EABoBAAIDAQEAAAAAAAAAAAAAAAEDAAIFBAb/xAAsEQABBAEDAgUDBQEAAAAAAAABAAIDESEEEjEFURMiQWGRMsHwFGJxgaGx/9oADAMBAAIRAxEAPwDzgxR4ziuKYkY9Lk8QBc2GT6nSkU2CwlKlxYq+VikNI5YsVXva3QX69NPhUN2RLZQ4XYyW+D7aGVLva5CgoYSpKvM4tq2hwpKpLShT35JWla2G22iQttXFIVy6WCE2t1Pl11xTTTtkIY2wPb89V6fpvTOmS6Nrp5A155JeMZzgdm5AJsmxXF1KaNFu3anMqDlshKTxJFwCPI2znoNcpplPWz3ohR+Nr3KE9LnI9b2JHsNEMCg1l1E+MaaeYAkyS6otLdSflBsDknn4T5WB1T12pvoQ4zIpz0eUsANtBAUkcSCi6gbDHI29welrlsuo2kub6isfJ5VJtB0gygRS4DXF1uHNeVoO2jZokgn1A4FxRTKYVLSI0a6FKSQUAG6Rc2v1sM67+5YZUpKYcclJIUQE2SR1BPQHIwfXVzDbqMiNKcFNkuJZkJEltYyhxS8JF/Ev5QLWt6nUmft+utylU6RRn19+A7wZCSyVJuVErPkSc3yCB1FtVdNqt52sxfb8/PVPh6Z0T9O0yznxNtkBwABq6uiOaFgk/tNFDLNJjPC7dNasbFBUlKQoG9rE/gcdcabbp0B1K1NRY6wgZKUgpP4HodEj0Gqy0x5iKXLKXGliN8OR4fJXJK8JPWx/DGi7ss2RNrO6IFFmBhqK4ouOpLhcWhtN1uEmwHygiw8zp2mkneSZW0FndY0fTNPGBopd7rom+f4FYzfJyKIOVF3ptGlT6rRNtUunUSnPUvb7C5Ti2u6Mp4td++4shJJUlKshXQINvTQ5C7On5i0BiPTihbbDocJsng8068hXy9ODKz09NauqnLhVN6ssxnZDklMptSGk8iO/Zcbvb0HMfgNTKVXa9Aj0yEaLPWxT0RGmi3T21FBZiSGFqJ6uAqeQQFEiwNrC98mXUylxLFzMiDQAQsLhbQanvSkU9FPlIjxnZSnW1AIW02jmpSOQBVj0H+Gdd1bZK6YoiTFh4KE3QL3UouDiMDILTl/w87i+xR6LMYjP1RcGbIekxpcZ1S4yWnP27DjZcKE2ShN1XxYAabiVOq1GmSGOHxsRaVxlSm4iG0urUHbqUcWT40LC+hKFH0GmGeQHHCrsHZZSz2evuw48hDVMJkRzKSyXAHUs8HVhwpt8pDDlrXyM2vrpPZtLDBlPN0uNGSwZC33lEIQ2GmXbkhJ/dkN/UnWlRq4xQVxGUxJEyVTFSBDdMVDqYYdYfQ4lteQ4yta2lhsghBC74NizUe04MtyXVsLbluxXGg49BaLZcVFhMkltQKLcoy8ceIxjppfj6jdQ4R2NrhZfN2cxBp8GoF6kSmJxX8P3CioqCFFKzYpGArB9yNLWiUthG4Nu0qOwy8lmnCSO8UkWWXnu8wR1xpacNQ4Ycc5/6h4Q9FTuRnqe5TH0Qqe8Z8ZSyO7UgAHJB8Wevno42vDUuTTe+YbaUWVDg3fiAFm1r6FZcykVCmUyI5PSr4eIth1JYcA8SbWBCcj399aL2WR47dGbmJcS8mDFLLCilQTcuG3zAHCRa59db4WIVY7giss05KOXdqdc4cvQgE2V7dL6wzdLRjbjRGW5KampcKo8hsFTLCldFPjPNT2ef9VJSOgI1s1ZqsWRNU4t1LUSOO9dkXyCbpCB6km2NYdvOquuVuty2W2mGkOs8UOKKVBPQG3n0udRyLEYbFq8em7yjMTnmoUN6GUuNFXgZ8IKEKJ/qKCmxfNuOtOryGk0ORLiOJWCyVNrQQQcYIPTWDb8aVUh/K6mBBp9SXcJHVDgypJB87hX5DUvZdfkx4L8VbiyiS2W1pKsX6iw9f8APUDqwoRaIZNeqMZxMMxUPrvZHzFSsn0GTq+7OKlXaZuKTV6lSZcSF8DJYS+Y7iWw44kJCCoi18+upu3JkeibVh1aPGcdqFS7zjLQgKWwlKlDu0Ag2WribH1Oemiio7AbrSIqndy1BE9za5l2UwFx1N3sUq/aC6+8cCrFJFxyNzYayNT1INJZ6Z/xd0OlwHHlTdryaTMZQtyXGQggWUtaUgj69dFKZe1WEeOrRCfRu6z/ANoOsKnJoLMKkPToT0qS+6mJIZZdcbdQ6ock2urkL3tYk9Px1O7MNtUyX3q5qo8twPrKWpL5dUlI+UFPK4zb6jWRIWxN3ha0YMhpyv6yNxyZwhwK8xUobilNPqLbjHcgj99JASAQcZPTQfsSnyasa3Fly/ukxpPwzTgbH+0KubAX+WyQLnp4ha2ijedT+5t3IpTawpL0Zch9KUk8DySkcj5Y/wDOr/tlqEGnbJi1KjxUMu1J0SlrSQeai2AVWB62APppe57939V8p7drAB3QNVdvUVh0sLpu4aq6kkG7oSkkdcjGhHe1LjNUlp5O01U1kLuHy/3jh8J8vS2fprX+w1lMui1SlV8KNWphWO5cCnACrIsB0F7exBGu61RJ9RaagT6U/wDDthYJYitt3PdKHzXuMnHvpbJXsdRF/Ks4NcMFY32SVN2kTpSHZDDtHUnxKsTwPUGwyCPMfl10tX9KoD1N2zWab8MqDNV/QreZCiPGOh6XsDkaWu/yyEk4XJRaqzbc6mVFbyGoUlkNN8yXWbAj/wCZ0R9mFedTQZMNEQFcl9xwIcSrAKzxBucJAtk6Ce4MbbVZS9JeU/8ABFxouSSoptfKbHHTUvalbEDZMVffL5uJIWpSiVqUCQbk5x769OD3XnEQbqkQbxaHFUhDZcU6tSeili5KvzwPa+hbdMKNX50hsR0F5TgeQ6RYpbc8RT72WVWv66o94u1GEun1V9Kmm5CSpoHBKL2B/A2Nvz1J25uKC278VIWnkhNsrAFvroXasBSvaDSEtbWnUN44J+KZBOUWNiR74SdCtPW1Bq7bEyMlTSnQ28oEjjfF8eWb6mR90Be5oz7ag4hxRbNjgoODb2GNR9xpaYrzLy0qU2iQgOJSCSpvmOQt54uLaBOLCgGUVKmyNrSHqe3Voj0H9o29EWpXIJWClYSoi6CR5jzAOdEEHcTrtJcpB3nuSm2pxkNJkS08DHsQAkJCT0FgAbnBHQ6HWWJVSkiZL2vLlR3ZEN5CEU1QU8yClLwK72CVKUM3uSoDN/C9uuBFnVeGhratTSl9cdlLjlLUXVNJC0JbuLk9W8J6iw1j6qJkudhB70tLTuczBdYRFs/tyhPzIlL3VQ6VVIkS3c1mTGQhY4JulSmyFHncADgq5JGBqbVq4zuHepr1BpC9tpcCRLluqA78k/0pbN+7x1JNzi4B6hzdOodKoyJE7adUZZahLW9I+6nQQ5xTxd53sEJIXyBGbgj347RdxRpb7qaZIlMQYMJl6KnvuXeu+BYDmLKTnofNOs5+kYH+UFt/Hx+D2XdFKSLOaRLV65R3FbuqofTMqzqUNhtvkUpaS4ENpWu3ELWopVxBJtY413uit1ndOy4dFY2uYz0FSFsyDLT3aikWKT4PMXFr+egDaG70VCtwqBIaQlCXFySG1Gz73EuJUQRfl4yTkC4GMatYylt1rcR+PWhEZLYAB6cgb20JIjA4tHsc/CdE8St3FXsXf0uh7hU09V6Q6mXGaRIkuqcJCgLJTdJTZP7tyb+Hytp2fvqA3UW07ko6ZNPex8TSpbxcb/tFtSyFC3oRrONkVRqRuSOmRS4zNNakiW9CkN96h/u0LSCtJxY87D3z5a3mh72pa1o506mwoqE4jQIzbZt/xqBJ/AEaM/h6emltlViEk1uBoJmq7LoNZocd6mVV5yBJbS8yDOcbS4nyUOfIA+1xny0tQd8ds+xae+afAiz6rLSP2oYbFmj6E50tJjGqrytNK5MN5OVs1OpNClN8/gIkhNreFlsi3vYX1567Wd1dndekj7npKWjHPFUhbxjNrSCcd2ACfPJIOdegoTAccS/MDTrqbW4Djn15ddUW6uzDZVcU5UJNNksTlnkX4SgHST1PSx+o17IheXCyLsgqPZ9vStLgVeFCZcbRaN3ypCu+AtlKlqKAB6dfTWySNj7WhxlKhbaYm92oBTbLLfID1HMgK8sXzfVZtDs32Ttl9uRTqT3s24AfmtKckrPsVGw+lgPPGtHIQYXFYIWgEJbbXxBHkkm3+OoPdHlBdJoe0KhIcaiwYzchkAuR34gZdQPUpUi9vcXHvoc7RezqhLkq3K1RpVTltLSTGiSksBw9Ao8ha4sMDr7nWlhVzaUy2UJB4jv3HFA/UAaq5ayhxxTPctBWAkNA4/tEk3/LUGUCKWCbfrlfqm6qVsd9EKgU7k6y0iZBU6+0zl5XIlSSogtjxADppiS/XIFCemRKjTogjutS2i3GKS883xS2pfiyrihIxbprTe050RdlTqq+20FCQ1FjuJuSlThPIAnI8CVZ97ayd6ql2AtmOWSSm1nkhST9NY2vnfHIGsK1tDC17C56HXO0bd9ao1VgS0UMRaky18W2mMtC1pUrlyT47g5APHFkjAzcF+9I8eLUIz6C8lSVIRZVvlWCCD5eerio0ippWVx2o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Shifting Like a Pro! you know the 10 Essentials of Shifting? I’ve mentioned them throughout the video—can you spot them all? Write them in the comments and let’s see who gets them right! ⬇...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"22","reqid":"1765541696839829-16809848574270285555-balancer-l7leveler-kubr-yp-vla-179-BAL","isAdultDoc":false,"relatedParams":{"text":"Shifting 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One cost $92 and the other $22. Is the $70 savings...","preview":{"posterSrc":"data:image/png;base64,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How to fast shift gears (a motorcycle)? Quickly and proper shifting clutch step by step... at what RPM? shift motorcycle,how to shift gears...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"27","reqid":"1765541696839829-16809848574270285555-balancer-l7leveler-kub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types of shifts in the hotel industry, including the day shift, afternoon or evening shift, and graveyard shift. 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Bitwise operators works on the bits. There are 6 operators and in this tutorial we will discuss...","preview":{"posterSrc":"data:image/png;base64,/9j/4AAQSkZJRgABAQAAAQABAAD/2wBDAAUDBAQEAwUEBAQFBQUGBwwIBwcHBw8LCwkMEQ8SEhEPERETFhwXExQaFRERGCEYGh0dHx8fExciJCIeJBweHx7/2wBDAQUFBQcGBw4ICA4eFBEUHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh4eHh7/wAARCABEAHgDASIAAhEBAxEB/8QAHAABAAIDAQEBAAAAAAAAAAAAAAQHBQYIAQMC/8QAORAAAQMEAQIDBgQEBQUAAAAAAQIDBAAFBhESByETMUEIFBgiUdMVVVeVIzJxlGF1gZGjFiRChZP/xAAaAQEAAwEBAQAAAAAAAAAAAAAAAgMEBQEG/8QAMhEAAQMDAgUDAQYHAAAAAAAAAQACEQMEIQUxEiJBUWEGE5GBFBVScaHwIzKxwdHh8f/aAAwDAQACEQMRAD8A7KpSvw8VpZWptPJYSSkfU+lEWt57mcDEYiHpcd6QpaFuJQ2tCTxSUg65EbO1p7DZ8z5Cvl02zu1ZxClv25iTHciOJQ82+BscgSCCCQQdH/aqFx225fnztxlryZ6KmO9wcL7riv4itkpCAflAH9PQVv8A0qxiRg8Waz+KJmyJshCyWmyhICRoDRJJ3s1VrGp6dpdJzKjwaojAmcx9NsrLYturyqHNbFMzn9+Vc9eele1rl+ypq03lNvchqdBQ2tS0upCvnWUgJQe6jseQ9KjcXNK3Zx1TAUrm6pWrOOqYCr5vOs7ZybIZbFrVd7HaJktuQ0mOlkNtNAEeG9yJW53O0FPl6ioWVdWsglMXN3H4MeLa/wAKky4M5bw8ZwNPBsPJQoa4k7AQRsg8t9tGw511xZVquUKLMNu9+LyXn40UpWHFDit7fHRIOtrOxsDdRCx08ZgxbXKgwJTVnjGOyqRC8Xg2nihQSopIPcgHXqaym7oQYrD5C+ipepdCBFSpTYS2BuNomSJAJJ2PaZBwsDK6wOQ3pUWVjJRLtxdVcmxcEcWm21tpKmlFI8VR8QHjpPl59xWewPP15NfF25yyqgtrjPSYr3vIc8VDUgsL5J4goPIbA79qkzHcCfkqem26Ap+Ov37k/bvnSs8QXByTvl/Jsjv2H0r7W+8YZEcVIhtxorjDTgK0wlNqSgucnEj5d/zqCikep2akL2gHZqt+QsdfW9BdRLWNDX9+Pb6cXfv0xvlbVStdkZdajGeVCeDr7adht1C2gdKCVDZT5jkNjz7ipH/VNi2+PfSCxvmPCX3IXw0nt8x5du2+5qwahakwKg+R++i4g1K0JgVW/I8/4WapUW2T4tyiJlw3C4ypSkglJSdg6I0e/mKlVpY5r2hzTIK1se17Q5pkFKUpUlJKV5VS5h17x7Hc1u2JpxTNb1OtJaTLctNqEhpBcbDiRsLB/lPqB5H6VF72sHE4wE3VhXSyNuhS4DcaM4tZW6UthPiKPqogdz/ia+1otpioKpJbdd7aIG9EeoJ+tUqfarwkWuRdDiOdCFGliG+8ba0EtvkbDZ29sK16arFq9s3pYlRSq0ZaFA6IMJne/wD61z26faPujdDL+uZG3bvCu954p+30XSNQfwuKb0q7KBVILKWRyAISEkkEdtg9zVFWr2tcBusadJtuM5pLZt7BkTFtQGSGGgdFav43YbNQPjO6V/lOW/2TP3q3EU6hgwSP0KzPptfHEJjIV4vYjbnIrUcSJjaUIdbUUOAFxtxfNSFdvLf00axrGHuuXV/3hzwbaA4GWW3ysgrcSvY2kcRtA2Nq86qJn2y+lzzyGWrPlzji1BKUJgskqJ7AAeL3NZC++1dhNhU0m+Yfn9qU8OTQmWhDJcH1TycGx/SsNTTrNzgCAD27gdPyH/VgqaPaVCDwbR9QNgfHhW3Jwy1vz5Uxb8sLklRWAtOhyKSddt+aR5k69K+0rFLdJCw47JHJx5Z0sebq0qV6fVA1/rVGfGf0r/Kss/smfvU+M7pX+U5b/ZM/eq37utc8gzup/ddpzfwxnfz1V6SsVt0jl4jsn5nHnDpY83VpUr0+qBr/AFqNdMVZMQGEXVyWyos83/D4lTwdKgoJOiFDt216H61SifbN6WKIAtOWknsAITPf/mr1z2y+lra1Nrs+XJWk6KTBZBH/AC0fp9s6eUSRCP0y1eHcgyIlX5itukWuytxZbqXX+bjjiknYJWsqPfQ35+ehWVrm34z+lf5Vln9kz96pdk9r7pjdr1BtUe2ZSh+bIbjtqchtBIUtQSCdOk62fpWmjSbSpim3YCPhaqNFtGm2mzYCPhdD0rylWK1D5GuWchRMe6n9amLfDus2Uq4WUoYtl3TbpCgIo2Q8SNAeZHqO1dTVzh1i9lS3dROo91zJ7MpducuJaKoyYCXAjg0lvsorG98d+XrXO1Sw+32xocUSQZgnZwPQg9OhCmx3CZWkXqdjzPUqXkq02i4uHN7LHU667ybiBUUJX3SvipbagFc+/wAw7+RFQE2LCbhleWzeoWIWWyycZuTl3cbjo73S3uNupQVfOeSi4EuHy7kDQ3WZ+B21fqHN/akfcp8D1q8z1DnH/wBWj7lcJvpYsaA2uRyhsiQQBAxzQJAPTrIyM2e94WqZRiGC2BzJsStNvgS3bfjjs56Uy6UOPOSJqS01y5a+Rnikb7fMCa2GX076fOZ9Z/fsbstqS5a5zttsS4gbluvoLQQH0+8FEga5lPzI5HeydbEn4HbV+oc39rR9yvfgetf6hzv2tH3Km705cFoAunTmTBySI/FAznwMAhPdH4VXltYxLFvavjJjWxOMNu21XuzU9CENRJ7jCghXELWEJKtEAqPEq9O1ZnGbPkcbHIuMdZpBucu8ZfbPwmFOnpluqT4v/cuDSlENKQdeYB35d++1fA9at7PUOcT/AJWj7lZHGfY3Yx7Irdfrd1Ele+2+S3JYLtoQpPNCgpOx4ncbHlU7j0/UqMEVJcGtEkZlkkEOmWyTzbyOq8FUDotXe6fYA5mNgiZhitixuaq9XBiBAivcW7lDbbJjrdBc8yvQGynke3rqsZmViwfGW8vyAdOremZbrJbpKbddY4aZL65TjSnENNvL4pUkAlHL/wAR6HZ3W9exdDu94m3WZ1DlGTMkOSHeFpQlPNaipWh4nYbJ7VE+B61E9+oc4n/K0fcqFH05cAtNS5cRAkc0fzcRg8U5GMyf6L01R0CxE7EMNxrp3a8jex/HnZtqftEhiezH8KNKDziEOnl4ylvBIUSSoIAUBrtsD95Ti7Vy6g5pck9Pcau2SCRHNrgSngG5sBx1wOTinxNLcOtFWxxCQdfXKfA9av1DnftaPuU+B61/qJO/a0fcqLfTVcEuNwS4zkg7EtMYeMcpnvxHZPeHZaTf7H03sLTsex4daclj3DN12hsl7byI5aZUtthZWBsLK0pWo6H19awPWHHrZYutuCG2Wy1WhuVJjOG3xonu8iOPegEh9AccTz15KBGwPKrT+B21fqHN/a0fcrIY57GFrs+Q267jPpz6oUtqT4ZtqBz4LCtb8Q63rzrfZaNUtqzKhrl0TMzmfrAjwMqLqgIiF1aPI/1NKCld5VL2lKURKUpRFpHUe63GJkeHW2I9Jjxp1zdMlUcgLeDMdx5EcFXYeIpAB7jYSRsbqbZ8ybfkRYd8s1yxybNke7w488tKVJcDZcVw8FawQlKTsnQrP3K3QLihlE+IzJSw+iQyHUBXhuoO0rH0UD5GvlMstsl3qBeJMRDk+3JdTEeJO2g6AF6G9bISBsjf+5rWKtE0wxzdgcjeckf2B8DCKvLpnmVxrtkkOPamHrdbwssXj3CT4LTgWAI62tc31neubBI2RselbLguYu3lmFBv9rXYMhkxnJX4W6srX4CFhHi9gOKSVDSVaUN6I7VttQG7NbEZA7f0xE/ibsVERcjkSospUpaUa3oDkonsO++/kKk6vQezh9uD3HePjO5/SMklWbvUTPUpvSxgjomQ1oQxaeDpeDRUoGUp4Dw3Udh/DZCl96y3TS/3W45ndIkq5C4xnrPb7ltDC2W4z7pdbW2hDnzoSoNJWEL+YHkfWrF1UaJboMSXMlxojLMia4lyS6hACnlJSEAqPrpKQB/gKk66ouY5opgE/wCu/wCR85zKKVSlKwIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoiUpSiJSlKIlKUoi//2Q==","isBase64Poster":true},"target":"_blank","position":"37","reqid":"1765541696839829-16809848574270285555-balancer-l7leveler-kubr-yp-vla-179-BAL","isAdultDoc":false,"relatedParams":{"text":"Python 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with a manual transmission that's hard to shift? You're not alone! In this video, we explore the 6 common reasons why your manual gearbox may be giving you trouble. This means 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Насколько дальше тебя слышат враги, какая разница по громкости, и в каких ситуациях перегруз реально 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shift...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"45","reqid":"1765541696839829-16809848574270285555-balancer-l7leveler-kubr-yp-vla-179-BAL","isAdultDoc":false,"relatedParams":{"text":"shiftin 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for Reducing Home Shifting Charges As soon as you realize you need to relocate, make a moving strategy and establish a list of everything you need to do. Decluttering not only saves you...","preview":{"posterSrc":"data:image/png;base64,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","isBase64Poster":true},"target":"_blank","position":"48","reqid":"1765541696839829-16809848574270285555-balancer-l7leveler-kubr-yp-vla-179-BAL","isAdultDoc":false,"relatedParams":{"text":"How 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Today we talked a bit about shifting realities aka quantum jumping. I explained the basics in (hopefully) a begginer friendly way. Comment ideas for other videos you'd like to see, and...","preview":{"posterSrc":"data:image/png;base64,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